This calculator allows you to simplify boolean expressions and solve logical equations. It's designed for students, engineers, and anyone interested in digital logic design.
Data Source and Methodology
Tutti i calcoli si basano rigorosamente sulle formule e sui dati forniti da "Wikipedia" on Boolean algebra.
The Formula Explained
The simplification process uses standard boolean algebra rules such as Idempotent Law, Null Law, and Demorgan's Theorems.
Glossary of Terms
- Boolean Expression: A combination of boolean variables and operations.
- Simplified Expression: The reduced form of a boolean expression.
How It Works: A Step-by-Step Example
Consider the expression A + AB. By applying the Absorption Law, it simplifies to A.
Frequently Asked Questions (FAQ)
- What is Boolean Algebra?
- Boolean Algebra is a branch of algebra dealing with boolean values true and false.
- How do I simplify a boolean expression?
- Apply boolean rules and identities to reduce it to its simplest form.
- What is the Absorption Law?
- The Absorption Law states that A + AB = A.
- What is De Morgan's Theorem?
- De Morgan's Theorems provide transformations for logical expressions involving NOT, AND, OR.
- What are the main boolean operations?
- AND, OR, and NOT are the main boolean operations.